Ternary Permutable Semigroups of the First Kind

International Journal of Scientific and Innovative Mathematical Research · 2020

A semigroup S is called a permutable semigroup if      is satisfied for all congruences  and  of S .A non empty set S together with a ternary multiplication denoted by juxtaposition, is said to be a ternary semigroup if abc de  a bcd e  abcde for all a,b, c, d, e  S .In this paper we deal with permutable ternary semigroups of the first kind.

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